La gestione permette l’inserimento delle seguenti tipologie di spese, da indicare rispettivamente per PF e 730 nei righi RP56 e E56, per le quali spetta una detrazione d’imposta del 50%:
- Spese per il riscatto dei periodi non coperti da contribuzione (c.d. “pace contributiva”);
- Spese per l’acquisto e posa in opera di strutture di ricarica dei veicoli alimentati ad energia elettrica;
- Spese per l’acquisto e posa in opera di strutture di ricarica dei veicoli alimentati ad energia elettrica eseguite congiuntamente agli interventi superbonus;
- Spese per l’acquisto e posa in opera di strutture di ricarica dei veicoli alimentati ad energia elettrica in edifici unifamiliari eseguite congiuntamente agli interventi superbonus;
- Spese per l’acquisto e posa in opera di strutture di ricarica dei veicoli alimentati ad energia elettrica in edifici plurifamiliari o condomini eseguite congiuntamente agli interventi superbonus.
Per le spese sostenute nell’anno 2022 che ineriscono agli interventi superbonus(codice 3, codice 4, codice 5) la detrazione va ripartita in 4 rate annuali di pari importo (non più 5)
Funzioni della Gestione
All’interno della gestione è necessario indicare i codici che identificano le spese per le quali spetta la detrazione del 50 per cento.
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)
Inoltre, per la corretta compilazione della scheda, è necessario indicare:
- Anno di sostenimento della spesa: dato obbligatorio;
- Importo: dato obbligatorio;
- Codice fiscale società trasparente (art.5 o art.116 TUIR) solo per REDDITI PF:
indicare il codice fiscale della società partecipata per le sole spese di infrastruttura di ricarica dei veicoli elettrici, in caso di spese sostenute dalla società trasparente (art.5 o art. 116 del TUIR) di cui il dichiarante è socio.
In base ai dati inseriti il software calcola:
- il totale delle spese indicate: come somma di tutti i righi importo inseriti;
- i limiti in base al codice spesa scelto;
- il totale delle spese sostenute entro il limite (se previsto) nella quale viene riportato il totale delle spese indicate nella scheda entro il limite, se è previsto.
Nella sezione “Piano di ammortamento” è visualizzato il piano di ammortamento delle spese.
Tasti funzione della gestione
à Per inserire una nuova scheda di spesa.
à si attiva solamente quando si procede ad inserere una nuova scheda. Permette di annullare l’operazione di inserimento dei dati nella scheda dove siamo posizionati.
à Per salvare i dati della spesa indicati.
à Per eliminare definitivamente la scheda dove siamo posizionati.
à Per scorrere tutte le schede di spesa inserite nella gestione.
à Per importare le spese scaricate nell’anno di imposta precedente.
à Per uscire dalla maschera e scaricare le spese nel quadro.
Nel caso in cui nella gestione vengano inserite più spese, la procedura in automatico crea tanti moduli quante sono le spese.
Stampa di dettaglio
Per poter stampare il dettaglio delle schede è necessario posizionarsi nella sezione “STAMPA” e cliccare l’apposito pulsante